A particle P moving in circle with angular velocity w about center O. Then find angular velocity of particle about A (opposite to P) on circumference of circle​ (in terms of w)

Dear Student,

Please find below the solution to the asked query:

If the particle P is moving in a circle of radius R with angular velocity w, then the speed of the particle is,

v=Rω
About the centre. So, if we observe this particle from the opposite end, the radius will be 2R, Therefore, the angular velocity of the particle about this point is,

ω'=v2R=Rω2R=ω2

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  • 3
its only for confusition it is also w(omega)
  • -1
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